Answer to Question #171807 in Programming & Computer Science for Unknown255319

Question

Alice and Bob want to set up a symmetric cryptographic channel using the Diffie-Hellman key exchange protocol. Alice chooses p = 457 and needs to find a generator of Zp. How would you test if g is a generator of Zp? How many exponents a ≥ 1 do you need to test at most to prove that a given g is a generator of Z∗457?Hint: The order ordG(g) of any element g ∈ G must divide the order of the finite group G.

Answer 1

Dear chimmpy1010, your question requires a lot of work, which neither of our experts is ready to perform for free. We advise you to convert it to a fully qualified order and we will try to help you. Please click the link below to proceed: Submit order